衡平法
双层优化
基尼系数
水资源
环境经济学
经济效益
稀缺
多目标优化
流域
缺水
资源配置
水资源管理
经济
计算机科学
运筹学
环境科学
数学优化
微观经济学
最优化问题
不平等
工程类
数学
地理
政治学
经济不平等
生态学
法学
数学分析
市场经济
生物
地图学
作者
Zhineng Hu,Changting Wei,Liming Yao,Chaozhi Li,Ziqiang Zeng
标识
DOI:10.1061/(asce)wr.1943-5452.0000640
摘要
With rapid economic and social development, increasing water demands have made water scarcity a worldwide issue. Equitable, stable, and efficient water allocation, which includes water resources management and conflicting water demand management, needs a valid resolution. This paper develops a multiobjective bilevel model with the upper level reflecting the river basin authority’s allocation principle of equity and stability and the lower level aimed at ensuring maximal economic benefit effiency for each subarea. The Gini coefficient is introduced to seek equity in the water allocation strategies, a power index is applied to ensure stability in the water allocation solutions, and an economic efficiency function is designed to maximize the economic benefit efficiency in each subarea. The proposed multiobjective bilevel water allocation model is then applied to a case study in Qujiang River Basin in China, and demonstrates that the proposed model provides reasonable and practical water allocation strategies for river basin authorities.
科研通智能强力驱动
Strongly Powered by AbleSci AI